## Discrete mathematics for computing |

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### Contents

Preface | 7 |

Introduction to discrete mathematics | 9 |

Sets and set algebra | 25 |

Copyright | |

11 other sections not shown

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### Common terms and phrases

action diagram algebra algorithm answer apply arithmetic binary positional tree bipartite graph Boolean bracket Bridgend calculate Cartesian product Chapter column complete graph connected contain corresponding defined denote digits digraph directed graph discrete mathematics doubly linked list edges elements encoding entries equation equivalence relation error evaluate example Exercise expression fact give given idea integer isomorphic Lendif linked list logical look mathematics matrix multiplication means message word method minimum n-tuple notation number of possible odd number operations ordered pairs ordered tree output parity bits permanent label pointer Prim's algorithm probability problem produce proof properties received word relation represent representation result selection sequence set theory shown in Fig simple spanning tree statement structure student subgraph subset Suppose temporary label true truth table valid codeword vertices weight write zero